Graphing the absolute value function with transformations

👉 Learn about graphing absolute value equations. An absolute value equation is an equation having the absolute value sign and the value of the equation is always positive. The graph of the parent function of an absolute value equation is a v-shaped graph starting from the origin above the x-axis and rising both sides of the y-axis and is symmetrical to the y-axis.

To graph an absolute value equation, we first graph the parent function of the absolute value equation and we then apply the necessary transformation(s) to the graph of the parent function to obtain the required graph of the absolute value equation.

Organized Videos:
✅Graph Absolute Value Functions
✅How to Graph Absolute Value Functions | Learn About
✅How to Graph Absolute Value Functions with a vertical or Horizontal Shift
✅How to Graph Absolute Value Functions with a vertical AND Horizontal Shift
✅How to Graph Absolute Value Functions with Stretch and Compression
✅How to Graph Absolute Value Functions with multiple transformations
✅How Graph Absolute value Functions with two inside transformations

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#AbsoluteValue #Brianmclogan

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[fatimah-hussain]

I have a question: will the vertex be different if the x was negative, like |-3x +6| ? I am confused and I am having a hard time understanding. Please help me!

[reesekosinski]

how do you do this type of graphing if x has a number like 2x. for example: y= -2 |2x + 2| +4

[Ali]

Positive stays positive and negative turns to positive when inside why you are telling them that it is always opposite?

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Oh my goodness the lines he drew were so perfect 0:18

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